Assuming I understand a Sue de Coq as presented in the recent post by Keith, then
(abcde) is (34689)r789c6, marked *
(ab) is (39)r1c6, marked @
(cd) is (68)r8c4, marked #
(e) is (4)r9c6
with fin (8)r1c6

If the SdC is true then r4c6, r9c5<>4 are the only eliminations
If the fin is true: (8)r1c6-(8=4)r1c4-r1c79=r3c9-(4=9)r6c9-(9=3)r9c9-(3=8)r8c7-(8=6)r8c4-r8c6=r4c6-(6=4)r4c5; r4c6,r9c5<>4.

I have been looking for a SdC for a month and could not resist to post this one.